![](data:image/jpeg;base64,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)
100% Authentic & Genuine
BLACK AND WHITE HOUNDSTOOTH TWEED MIDI SKIRT
As seen on Princess of Wales, Olivia Palermo and Amanda Holden.
The most wanted skirt of the year.
VERY HARD TO FIND
This skirt is in pristine condition. Like new.
Worn once.
SIZE M
Measurements: Waist side to side 38 cm.
Length 86 cm.
Composition: 47% polyester, 23% acrylic, 20% cotton, 9% viscose, 1% elastane.
![NWT ZARA HOUNDSTOOTH TWEED SKIRT OLIVIA PALERMO AMANDA HOLDEN KATE 9479/246 XS - Picture 2 of 9](https://i.ebayimg.com/images/g/-k4AAOSwvd9h-7xY/s-l400.jpg)
SHIPPING: With signed for.
We only use Signed for service
This service is not cheap so please check postage costs before bidding.
We don't make any profit on postage, so please make sure you agree
with costs before you buy.
Buyers from outside the European Union: Import duties, taxes and charges are not included in the item price or shipping charges. These, if any, are the responsibility of the buyer.
All of my items are purchased in Zara stores in Spain, where Zara is from, so you can be assured that all are genuine!
All items are inspected before shipment and I hope you will be completely satisfied with the products and services provided. No returns, sorry.
ALL SALES ARE FINAL
Please ask questions before buying.
APPROXIMATE DELIVERY TIMES ARE:
EUROPA 5-10 WORKING DAYS
WORLDWIDE PLEASE ALLOW 15-20 WORKING DAYS (depending on customs)
ITEMS ARE SENT FROM SPAIN
If you have any questions, please contact me.
Si tienes cualquier pregunta no dudes en contactar conmigo.
¡¡THANKS FOR LOOKING!!